L3 Mathematics with Calculus (UE) (S)

L3MTC
Course Description

Teacher in Charge:

Students are expected to demonstrate the ability to apply their fundamental mathematical skills and demonstrate a high level of understanding in class-work, assignment work and tests.
The course includes: Differentiation, Integration, Trigonometry, Linear programming, complex numbers and conic sections
Leads to:
University courses leading to Engineering, Aviation, Architecture, Information technology, Mathematics and Science


Recommended Prior Learning

Open Entry


Credit Information
Assessment
Level
Internal or
External
Credits
L1 Literacy Credits UE Literacy Credits Numeracy Credits
A.S. 91573 v2 Mathematics and Statistics 3.1 - Apply the geometry of conic sections in solving problems
3
I
3
*
Y
A.S. 91574 v2 Mathematics and Statistics 3.2 - Apply linear programming methods in solving problems
3
I
3
*
Y
A.S. 91575 v2 Mathematics and Statistics 3.3 - Apply trigonometric methods in solving problems
3
I
4
*
Y
A.S. 91577 v2 Mathematics and Statistics 3.5 - Apply the algebra of complex numbers in solving problems
3
E
5
*
Y
A.S. 91578 v2 Mathematics and Statistics 3.6 - Apply differentiation methods in solving problems
3
E
6
*
Y
A.S. 91579 v2 Mathematics and Statistics 3.7 - Apply integration methods in solving problems
3
E
6
*
Y
Total Credits
Approved subject for University Entrance

Number of credits that can be used for overall endorsement: 27

* Only students engaged in learning and achievement derived from Te Marautanga o Aotearoa are eligible to be awarded these subjects as part of the requirement for 14 credits in each of three subjects.

Total Credits Available: 27 credits.
Externally Assessed Credits: 17 credits.
Internally Assessed Credits: 10 credits.

Disclaimer


The Standards offered are correct at time of writing

Course content may change by the start of the year